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y/12 + 8 = 2

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Q: How do you write an equation out of these words 8 more than the quotient of y and 12 is 2?
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An equation with one or more variables?

quotient


How do you write seven more than the quotient of a number and -2 is 6 in equation?

7+x/-2=6 is the way we write it.When it says 7 more, that means add 7.Quotient means we divide, so we must divide a number, call it x by -2 and this is x/-2. Then it say is 6 which means we write =6/Now, to solve this equation, we could multiply both sides of the equation by -2.-14+x=-12x=-12+14=2.So let's try it.the quotient of 2 and -2 is -17 more than -1 is 6 and this is what we hoped it is.When you change words into an equation, it is always a good idea to try it with some numbers and make sure it works.


How would you write this as an algebraic equation ten more than the quotient of a number and -2 is three?

10 + (n/-2) = 3 If a sentence uses "more than", it is referring to addition. If it says "the quotient of ____ and ____", then it is the first number divided by the second one. "Is" is the same as "equals".


1 more than the quotient of n and 2?

how to write this in algebraic expression 1 more than the quotient of n and 2


What is 12 more than the quotient of a number t and 7 is v?

It is the equation: v = t/7 + 12


What is seven more than the quotient of a number and nine equals five?

It is the equation: x/9 + 7 = 5


How do you write 7 more than the quotient of a number y and 5?

y/5 + 7


How do you write the expression twelve more than the quotient of sixteen and a number?

12+(16/x)


How do you write nine more than the quotient of a number and twenty?

(x/20)+9 where x is the number


What is the translation of this equation two more than the quotient of a number and 8 is equal to 9?

If: x/8 +2 = 9 then x = 56


How do you translate four more than the quotient of a number and 3 is 11 into an equation?

Let N = a number N (division sign) 3 + 4 = 11


Can an equation have more than one solution?

yes, if it is in brackets and the equation is doubled. (These are the words of my grade 12 teacher)